Add to ORKGIn this study, the Kronecker product algebra is extended so that it can be broadly applied to continuum and computational mechanics (CCM). The Kronecker product algebra is extended to third and fourth order tensors. Following this, the extensions are used to derive compact expressions in continuum mechanics. Finally, block operations are used to derive a simple asymptotic stability criterion for a damped linear mechanical system in which the constituent matrices appear explicitly
AbstractBy the application of Kronecker products a Riccati differential system strongly coupled in i...
The algebra of multivariate statistical analysis is, predominantly, the al-gebra of tensor products,...
We introduce the Kronecker delta and identify it as just another way of writing the unit matrix
In this study, the Kronecker product algebra is extended so that it can be broadly applied to contin...
Kronecker product algebra is widely applied in control theory. However, it does not appear to have b...
AbstractThe Kronecker product in the real linear matrix analytic setting is studied. More versatile ...
AbstractA new approximation tool such as sums of Kronecker products is recently found to provide a s...
Bi-partite ribbon graphs arise in organizing the large N expansion of correlators in random matrix m...
AbstractLet A = (A1 ¦ A2 ¦ ··· ¦ Ar) and B = (B1 ¦ B2 ¦ ··· ¦ Br) be column-wise partitioned matrice...
AbstractThis paper sets forth some of the principal results of the algebra of Kronecker products in ...
In this paper, first we convert the non-linear matrix Lyapunov system into a Kronecker product matri...
This paper is concerned with two generalizations of the Kronecker product and two related generaliza...
AbstractThe Kronecker product has a rich and very pleasing algebra that supports a wide range of fas...
A major open problem in algebraic combinatorics is to find a combinatorial rule to compute the Krone...
International audienceKronecker coefficients encode the tensor products of complex irreducible repre...
AbstractBy the application of Kronecker products a Riccati differential system strongly coupled in i...
The algebra of multivariate statistical analysis is, predominantly, the al-gebra of tensor products,...
We introduce the Kronecker delta and identify it as just another way of writing the unit matrix
In this study, the Kronecker product algebra is extended so that it can be broadly applied to contin...
Kronecker product algebra is widely applied in control theory. However, it does not appear to have b...
AbstractThe Kronecker product in the real linear matrix analytic setting is studied. More versatile ...
AbstractA new approximation tool such as sums of Kronecker products is recently found to provide a s...
Bi-partite ribbon graphs arise in organizing the large N expansion of correlators in random matrix m...
AbstractLet A = (A1 ¦ A2 ¦ ··· ¦ Ar) and B = (B1 ¦ B2 ¦ ··· ¦ Br) be column-wise partitioned matrice...
AbstractThis paper sets forth some of the principal results of the algebra of Kronecker products in ...
In this paper, first we convert the non-linear matrix Lyapunov system into a Kronecker product matri...
This paper is concerned with two generalizations of the Kronecker product and two related generaliza...
AbstractThe Kronecker product has a rich and very pleasing algebra that supports a wide range of fas...
A major open problem in algebraic combinatorics is to find a combinatorial rule to compute the Krone...
International audienceKronecker coefficients encode the tensor products of complex irreducible repre...
AbstractBy the application of Kronecker products a Riccati differential system strongly coupled in i...
The algebra of multivariate statistical analysis is, predominantly, the al-gebra of tensor products,...
We introduce the Kronecker delta and identify it as just another way of writing the unit matrix